A survey was conducted among 1500 1500 city residents to determine if they support a new public park project. Out of the respondents, 1200 1200 said they support the project, while 300 300 said they do not. a. Construct a 95 % 95\% confidence interval estimate of the proportion of residents who support the project. b. Based on your result from part a, can you conclude that the majority of residents support the project?

0.77975 < μ < 0.82025 0.77975<\mu<0.82025 ; Yes, a majority of residents support the public park project.

0.77975 < μ < 0.82025 0.77975<\mu<0.82025 ; No, a majority of residents do not support the public park project.

0.57975 < μ < 0.92025 0.57975<\mu<0.92025 ; Yes, a majority of residents support the public park project.

0.57975 < μ < 0.92025 0.57975<\mu<0.92025 ; No, a majority of residents do not support the public park project.

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Problem 5Multiple Choice

A survey was conducted among $1500$ city residents to determine if they support a new public park project. Out of the respondents, $1200$ said they support the project, while $300$ said they do not.
a. Construct a $95 percent sign$ confidence interval estimate of the proportion of residents who support the project.
b. Based on your result from part a, can you conclude that the majority of residents support the project?

$0.77975 is less than mu is less than 0.82025$ ; Yes, a majority of residents support the public park project.

$0.77975 is less than mu is less than 0.82025$ ; No, a majority of residents do not support the public park project.

$0.57975 is less than mu is less than 0.92025$ ; Yes, a majority of residents support the public park project.

$0.57975 is less than mu is less than 0.92025$ ; No, a majority of residents do not support the public park project.

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